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   微分定理的 的翻译结果: 查询用时:0.169秒
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微分定理的
相关语句
  differential theorem
     Some Improvement About Item-by-item Differential Theorem for Function Series
     关于函数项级数逐项微分定理的改进
短句来源
     A simple and easy proof for Lebesgue differential theorem is given.
     给出了Lebesgue微分定理的一种简单直观的证明方法。
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  “微分定理的”译为未确定词的双语例句
     A SIMPIE PROOF OF THE LEBESGUL DIFFENTIATION THEOREM
     Lebesgue微分定理的简捷证明
短句来源
     A Note on Term-by-term Differentiation Theorem of Function Series
     关于函数级数逐项微分定理的一个注记
短句来源
     In this paper,we show how to use the perron tree to solve the niddle pro-blem and to give out a negative result of the theorem of differentiation of Le-besgue integral in high dimension case.
     本文叙述如何应用Perron树,解决转针问题. 同时,应用Perron树,给出高维积分的微分定理的一个否定结果.
短句来源
     This paper proves the Lebesgue Differentiation theorem only by the elementary concepts of measure theorem and elementary geogetry
     本文用测度和初等几何知识给出Lebesgue微分定理的证明.
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  相似匹配句对
     On the Generalization of the Differential Law of Mean
     微分中值定理的推广
短句来源
     The Prove of Theorem of Differential Mean Value
     微分中值定理的证明
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     The Pattern of Differential
     微分模式
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In this paper, the stability problem of a floating body on a viscous fluid in finit domain is investigated. The eigen-equation =0 is derived for a small oscillation around a equilibrium state of the system including floating body and fluid. The stability criteria for a equilibrinm state and every oscillation mode are obtained. It is shown that the viscosity in fluid makes a stable system become an asymptotically stable one. Furthermore, two theorems of functional differential are given, which are the base of...

In this paper, the stability problem of a floating body on a viscous fluid in finit domain is investigated. The eigen-equation =0 is derived for a small oscillation around a equilibrium state of the system including floating body and fluid. The stability criteria for a equilibrinm state and every oscillation mode are obtained. It is shown that the viscosity in fluid makes a stable system become an asymptotically stable one. Furthermore, two theorems of functional differential are given, which are the base of the approximate method for finding the eigenvalues.

本文研究了有限范围粘性液体上浮体的稳定性问题,由浮体-液体系统关于平衡态附近的小振动导出的本征方程φ(σ)φ=O,用谱分析法给出了平衡态的稳定条件及各振动模的稳定条件,并表明粘性将使稳定的系统变为渐近稳定,另外还给出了两条泛函微分定理,它们是近似求解本征值的理论基础。

In this paper,we show how to use the perron tree to solve the niddle pro-blem and to give out a negative result of the theorem of differentiation of Le-besgue integral in high dimension case.

本文叙述如何应用Perron树,解决转针问题.同时,应用Perron树,给出高维积分的微分定理的一个否定结果.

This paper presents some examples to show that the condition of uniform convergence can not be weakened to the condition of quasi-uniform convergence.

本文通过实例说明函数项级数的逐项积分与逐项微分定理中的一致收敛的条件不能减弱成亚一致收敛。

 
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